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data/logic/ui: added aggregation edges

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This change adds the creation of aggregation edges to the StorageGraph, which save the connection counts between
children in their parents. Aggregation edges are displayed using a straight line, that is thicker than more connections
it represents with the connection count in the middle.
This commit is contained in:
Eberhard Graether
2015-01-07 14:42:35 +01:00
parent 8dafd0435f
commit ee85abfc7b
18 changed files with 410 additions and 117 deletions
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src/lib/utility/math/VectorBase.h
+14 -14
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@@ -39,11 +39,11 @@ public:
void assign(const VectorBase<U, N>& other);
template<class U>
VectorBase<T, N> add(const VectorBase<U, N>& other);
VectorBase<T, N>& add(const VectorBase<U, N>& other);
template<class U>
VectorBase<T, N> subtract(const VectorBase<U, N>& other);
VectorBase<T, N>& subtract(const VectorBase<U, N>& other);
template<class U>
VectorBase<T, N> scalarMultiplication(const U& scalar);
VectorBase<T, N>& scalarMultiplication(const U& scalar);
template<class U>
T dotProduct(const VectorBase<U, N>& other);
@@ -71,13 +71,13 @@ public:
VectorBase<T, N> operator/(const U& scalar) const;
template<class U>
VectorBase<T, N> operator+=(const VectorBase<U, N>& other);
VectorBase<T, N>& operator+=(const VectorBase<U, N>& other);
template<class U>
VectorBase<T, N> operator-=(const VectorBase<U, N>& other);
VectorBase<T, N>& operator-=(const VectorBase<U, N>& other);
template<class U>
VectorBase<T, N> operator*=(const U& scalar);
VectorBase<T, N>& operator*=(const U& scalar);
template<class U>
VectorBase<T, N> operator/=(const U& scalar);
VectorBase<T, N>& operator/=(const U& scalar);
// Checks whether all values are the same.
template<class U>
@@ -238,7 +238,7 @@ void VectorBase<T, N>::assign(const VectorBase<U, N>& other)
template<class T, unsigned int N>
template<class U>
VectorBase<T, N> VectorBase<T, N>::add(const VectorBase<U, N>& other)
VectorBase<T, N>& VectorBase<T, N>::add(const VectorBase<U, N>& other)
{
T tmpValues[N];
for (unsigned int i = 0; i < N; i++)
@@ -253,7 +253,7 @@ VectorBase<T, N> VectorBase<T, N>::add(const VectorBase<U, N>& other)
template<class T, unsigned int N>
template<class U>
VectorBase<T, N> VectorBase<T, N>::subtract(const VectorBase<U, N>& other)
VectorBase<T, N>& VectorBase<T, N>::subtract(const VectorBase<U, N>& other)
{
T tmpValues[N];
for (unsigned int i = 0; i < N; i++)
@@ -268,7 +268,7 @@ VectorBase<T, N> VectorBase<T, N>::subtract(const VectorBase<U, N>& other)
template<class T, unsigned int N>
template<class U>
VectorBase<T, N> VectorBase<T, N>::scalarMultiplication(const U& scalar)
VectorBase<T, N>& VectorBase<T, N>::scalarMultiplication(const U& scalar)
{
T tmpValues[N];
for (unsigned int i = 0; i < N; i++)
@@ -371,28 +371,28 @@ VectorBase<T, N> VectorBase<T, N>::operator/(const U& scalar) const
template<class T, unsigned int N>
template<class U>
VectorBase<T, N> VectorBase<T, N>::operator+=(const VectorBase<U, N>& other)
VectorBase<T, N>& VectorBase<T, N>::operator+=(const VectorBase<U, N>& other)
{
return add(other);
}
template<class T, unsigned int N>
template<class U>
VectorBase<T, N> VectorBase<T, N>::operator-=(const VectorBase<U, N>& other)
VectorBase<T, N>& VectorBase<T, N>::operator-=(const VectorBase<U, N>& other)
{
return subtract(other);
}
template<class T, unsigned int N>
template<class U>
VectorBase<T, N> VectorBase<T, N>::operator*=(const U& scalar)
VectorBase<T, N>& VectorBase<T, N>::operator*=(const U& scalar)
{
return scalarMultiplication(scalar);
}
template<class T, unsigned int N>
template<class U>
VectorBase<T, N> VectorBase<T, N>::operator/=(const U& scalar)
VectorBase<T, N>& VectorBase<T, N>::operator/=(const U& scalar)
{
return scalarMultiplication(1.0f / scalar);
}